Summary

2023

Session Number:A2L-1

Session:

Number:A2L-15

Laminar Stabilization Control in Chaos Intermittency

Katayama Michiru,  Ikeda Kenji,  Ueta Tetsushi,  

pp.17-20

Publication Date:2023-09-21

Online ISSN:2188-5079

DOI:10.34385/proc.76.A2L-15

PDF download (9.3MB)

Summary:
Intermittency gives the irregular switching of almost periodic (laminar) and chaotic (burst) motions, and can be confirmed in every physical system within a certain parameter range. In this paper, by utilizing a method stabilizing a periodic motion which have been vanished by a saddle node bifurcation, a laminar motion in the intermittency is stabilized by a tiny control input. A pseudo periodic orbit composed by the vanished orbit or laminar motion is applied as a reference for the linear feedback control. We demonstrate the control for a circuit model and show robust stabilization responses.